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Functional Analysis

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Functional Analysis

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Research Frontiers in Interpolation Theory and Function Spaces

Study of interpolation methods between Banach spaces and their applications to Sobolev, Besov, and Triebel-Lizorkin spaces.

Interpolation Between Non-Convex Function Spaces
Optimal Transport and Interpolation in Banach Geometries
Sparse Approximation via Interpolation Theory
Interpolation Methods in Reproducing Kernel Hilbert Spaces
Real Interpolation and Singularity Detection in Functions
Complex Interpolation in Weighted Function Spaces
Interpolation Scales and Fractional Sobolev Regularity
Multilinear Interpolation Beyond Classical Riesz Theory
Interpolation and Traces on Non-Smooth Domains
Abstract Interpolation in Variable Exponent Spaces

All Functional Analysis PhD categories